DOIAbstract
AbstractWe give a common proof of several results on Steinhaus sets in Rd for d⩾2 including the fact that a Steinhaus set in R2 must be disconnected
AbstractWe give a common proof of several results on Steinhaus sets in Rd for d⩾2 including the fact that a Steinhaus set in R2 must be disconnected
Steinhaus graphs are simple undirected graphs in which the first row of the adjacency matrix A = (a...
This habilitation thesis is organized in two independent parts: a first part about my main results o...
summary:Let $X$ be a Hausdorff space and let $\mathcal H$ be one of the hyperspaces $CL(X)$, $\mathc...
A planar set is said to have the Steinhaus property if however it is placed on $R2$, it contains exa...
A planar set is said to have the Steinhaus property if however it is placed on $R2$, it contains exa...
Recently it was shown that there is no measurable Steinhaus set in R a set which no matter how tr...
A point set satisfies the Steinhaus property if no matter how it is placed on a plane, it covers exa...
In 1920 the Polish mathematician Hugo Steinhaus (1887-1972) proved that the distance set of a subset...
AbstractWe characterize bipartite Steinhaus graphs in three ways by partitioning them into four clas...
This paper proves the existence of nonmeasurable dense sets with additional properties using combina...
AbstractIn two recent papers, "A Simpler Proof of a Theorem of Steinmetz" (1989, J. Math. Anal. Appl...
AbstractThe development of a general theory for connectednesses and disconnectednesses of topologica...
In this paper, we investigate the properties of Galois, dual Galois, residuated and dual residuated ...
AbstractThis paper initiates the study of sets in Euclidean space Rn(n⩾2) that are defined in terms ...
Dedicated to the memory of Tom Wolff We give a short proof of the fact that there are no measurable ...
Steinhaus graphs are simple undirected graphs in which the first row of the adjacency matrix A = (a...
This habilitation thesis is organized in two independent parts: a first part about my main results o...
summary:Let $X$ be a Hausdorff space and let $\mathcal H$ be one of the hyperspaces $CL(X)$, $\mathc...
A planar set is said to have the Steinhaus property if however it is placed on $R2$, it contains exa...
A planar set is said to have the Steinhaus property if however it is placed on $R2$, it contains exa...
Recently it was shown that there is no measurable Steinhaus set in R a set which no matter how tr...
A point set satisfies the Steinhaus property if no matter how it is placed on a plane, it covers exa...
In 1920 the Polish mathematician Hugo Steinhaus (1887-1972) proved that the distance set of a subset...
AbstractWe characterize bipartite Steinhaus graphs in three ways by partitioning them into four clas...
This paper proves the existence of nonmeasurable dense sets with additional properties using combina...
AbstractIn two recent papers, "A Simpler Proof of a Theorem of Steinmetz" (1989, J. Math. Anal. Appl...
AbstractThe development of a general theory for connectednesses and disconnectednesses of topologica...
In this paper, we investigate the properties of Galois, dual Galois, residuated and dual residuated ...
AbstractThis paper initiates the study of sets in Euclidean space Rn(n⩾2) that are defined in terms ...
Dedicated to the memory of Tom Wolff We give a short proof of the fact that there are no measurable ...
Steinhaus graphs are simple undirected graphs in which the first row of the adjacency matrix A = (a...
This habilitation thesis is organized in two independent parts: a first part about my main results o...
summary:Let $X$ be a Hausdorff space and let $\mathcal H$ be one of the hyperspaces $CL(X)$, $\mathc...
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